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Factorization of the Coefficient Variance Matrix in Orthogonal Transforms
Ali N. Akansu
, Richard A. Haddad
Electrical and Computer Engineering
Research output
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Article
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peer-review
9
Scopus citations
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Dive into the research topics of 'Factorization of the Coefficient Variance Matrix in Orthogonal Transforms'. Together they form a unique fingerprint.
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Keyphrases
Orthogonal Transform
100%
Correlation Model
100%
Variance Matrix
100%
Coefficient Variance
100%
Adaptive Transform Coding
66%
Low Dose Rate
33%
Signal Energy
33%
Image Coding
33%
Source Model
33%
Transform Coefficient
33%
Matrix Factorization
33%
Signal Source
33%
Variance-based
33%
New Matrix
33%
Orthogonal Transformation
33%
Signal Correlation
33%
Double Sum
33%
Variance Calculation
33%
Spectral Coefficients
33%
Speech Coding
33%
Image Correlation
33%
Engineering
Orthogonal Transform
100%
Correlation Model
100%
Coefficient Variance
100%
Low Bit Rate
33%
Source Model
33%
Test Result
33%
Simplifies
33%
Signal Energy
33%
Image Coding
33%
Source Signal
33%
Spectral Coefficient
33%
Matrix Factorization
33%
Mathematics
Variance
100%
Factorization
100%
Orthogonal Transform
100%
Variance Matrix
100%
Correlation Model
50%
Matrix (Mathematics)
33%
Signal Source
16%
Orthogonal Transformation
16%
Test Result
16%
Spectral Coefficient
16%
Energy Signal
16%
Computer Science
Coefficient Variance
100%
Correlation Model
100%
Variance Matrix
100%
Transform Coding
66%
Transform Coefficient
33%
Image Coding
33%
Matrix Factorization
33%
Spectral Coefficient
33%
Orthogonal Transformation
33%
Medicine and Dentistry
Speech Production
100%
Writing
100%